textThis dissertation consists of three essays in Economic Theory. The rst essay proposes and studies a new solution concept for games with incomplete information. In game theory, there is a basic methodological dichotomy between Harsanyi's \game-theoretic" view and Aumann's \Bayesian decision-theoretic" view of the world. We follow the game theoretic view, propose and study interim partially correlated rationalizability for games with incomplete information. We argue that the distinction between this solution concept and the interim correlated rationalizability studied by Dekel, Fudenberg and Morris (2007) is fundamental, in that the latter implicitly follows Aumann's Bayesian view. Our main result shows that two types provide the same...
We extend Aumann's [3] theorem deriving correlated equilibria as a consequence of common priors and ...
In games with incomplete information, conventional hierarchies of belief are in-complete as descript...
We extend Aumann’s [3] theorem, deriving correlated equilibria as a consequence of common priors and...
textThis dissertation consists of three essays in Economic Theory. The rst essay proposes and studi...
In game theory, there is a basic methodological dichotomy between Harsanyi's "game-theoretic" view a...
Bayesian equilibrium constitutes the prevailing solution concept for games with incomplete informati...
Bayesian equilibrium constitutes the prevailing solution concept for games with incomplete informati...
Bayesian equilibrium constitutes the prevailing solution concept for games with incomplete informati...
Bayesian equilibrium constitutes the prevailing solution concept for games with incomplete informati...
The Bayesian solution is a notion of correlated equilibrium proposed by Forges (1993), and hierarchi...
The Bayesian solution is a notion of correlated equilibrium proposed by Forges (1993), and hierarchi...
The Bayesian solution is a notion of correlated equilibrium proposed by Forges (1993), and hierarchi...
We define and characterize a notion of correlated equilibrium for games with incomplete information, ...
We define and characterize a notion of correlated equilibrium for games with incomplete information, ...
The Bayesian solution is a notion of correlated equilibrium proposed by Forges (1993), and hierarchi...
We extend Aumann's [3] theorem deriving correlated equilibria as a consequence of common priors and ...
In games with incomplete information, conventional hierarchies of belief are in-complete as descript...
We extend Aumann’s [3] theorem, deriving correlated equilibria as a consequence of common priors and...
textThis dissertation consists of three essays in Economic Theory. The rst essay proposes and studi...
In game theory, there is a basic methodological dichotomy between Harsanyi's "game-theoretic" view a...
Bayesian equilibrium constitutes the prevailing solution concept for games with incomplete informati...
Bayesian equilibrium constitutes the prevailing solution concept for games with incomplete informati...
Bayesian equilibrium constitutes the prevailing solution concept for games with incomplete informati...
Bayesian equilibrium constitutes the prevailing solution concept for games with incomplete informati...
The Bayesian solution is a notion of correlated equilibrium proposed by Forges (1993), and hierarchi...
The Bayesian solution is a notion of correlated equilibrium proposed by Forges (1993), and hierarchi...
The Bayesian solution is a notion of correlated equilibrium proposed by Forges (1993), and hierarchi...
We define and characterize a notion of correlated equilibrium for games with incomplete information, ...
We define and characterize a notion of correlated equilibrium for games with incomplete information, ...
The Bayesian solution is a notion of correlated equilibrium proposed by Forges (1993), and hierarchi...
We extend Aumann's [3] theorem deriving correlated equilibria as a consequence of common priors and ...
In games with incomplete information, conventional hierarchies of belief are in-complete as descript...
We extend Aumann’s [3] theorem, deriving correlated equilibria as a consequence of common priors and...